Use the following formula (fitted to data) L Mo/year gR M = -4x10-13n for the mass loss of asymptotic giant branch stars to: a) explain why L, g (gravity on surface), and R enter the equation the way they do (nominator or denominator). b) show that the expression for M is equivalent to LR M = -4x10-137 Mo/year - M c) estimate the mass loss rate of a star with M = 1 Mo, L = 7000 Lo,T = 3000 K. Assume n = 1 and use the Stefan-Boltzmann equation to calculate R (in Ro). %3D

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Chapter1: Units, Trigonometry. And Vectors
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Use the following formula (fitted to data)
M = -4x10-13n
gR
Mo/year
for the mass loss of asymptotic giant branch stars to:
a) explain why L, g (gravity on surface), and R enter the equation the way they do (nominator
or denominator).
b) show that the expression for M is equivalent to
LR
M = -4x10-13n
Mo/year
M
c) estimate the mass loss rate of a star with M = 1 Mo, L = 7000 Lo, T = 3000 K. Assume
n = 1 and use the Stefan-Boltzmann equation to calculate R (in Ro).
Transcribed Image Text:Use the following formula (fitted to data) M = -4x10-13n gR Mo/year for the mass loss of asymptotic giant branch stars to: a) explain why L, g (gravity on surface), and R enter the equation the way they do (nominator or denominator). b) show that the expression for M is equivalent to LR M = -4x10-13n Mo/year M c) estimate the mass loss rate of a star with M = 1 Mo, L = 7000 Lo, T = 3000 K. Assume n = 1 and use the Stefan-Boltzmann equation to calculate R (in Ro).
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